The height of a vertically thrown rock does not affect its trajectory. The only factors that affect the trajectory of a vertically thrown rock are the initial velocity and the force of gravity.
The formula for calculating the maximum height of a vertically thrown rock is h = (v2sin2θ)/(2g), where h is the maximum height, v is the initial velocity, θ is the launch angle, and g is the acceleration due to gravity.
Air resistance does not have a significant effect on the trajectory of a vertically thrown rock. The impact of air resistance is minimal compared to the force of gravity, which is the primary force acting on the rock.
The mass of a vertically thrown rock does not affect its trajectory. As long as the initial velocity and launch angle remain constant, the mass of the rock will not impact its trajectory.
The range of a vertically thrown rock is maximum when the launch angle is 45 degrees. As the launch angle increases or decreases from 45 degrees, the range decreases. At a launch angle of 90 degrees, the rock will only reach its maximum height and will not travel horizontally at all.